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用 N-异丙基-(123I)p-碘安非他明顺序测量脑血流量的双注射法

Double-injection method for sequentially measuring cerebral blood flow with N-isopropyl-(123I)p-iodoamphetamine.

作者信息

Murase K, Inoue T, Fujioka H, Yamamoto Y, Ikezoe J

机构信息

Department of Medical Engineering, Division of Allied Health Sciences, Osaka University Medical School, Suita, Japan.

出版信息

Ann Nucl Med. 2000 Dec;14(6):441-52. doi: 10.1007/BF02988290.

Abstract

We investigated the accuracy of a double-injection method for sequentially measuring cerebral blood flow (CBF) with N-isopropyl-(123I)p-iodoamphetamine (IMP) in simulation studies based on patient data and in clinical studies. The unidirectional clearance of IMP from the blood to the brain (K1; nearly equal to CBF) in the first and second sessions was calculated by means of a microsphere model. The K1 values in the first session (K1I) were calculated from Cb(5)/Int_CaI, where Cb(5) and Int_CaI are values for brain radioactivity 5 min after the first injection and for arterial blood radioactivity obtained by 5-min continuous sampling. The K1 values in the second session (K1II) were calculated by means of the following four methods. Method 1: [Cb(tz + 5) - Cb(tz)]/[Int_CaII - Ca(tz) x 5], where Cb(tz+5) and Cb(tz) are the brain radioactivity levels 5 min after the second injection and at the time the second session was started (tz), respectively. Int_CaII and Ca(tz) are the arterial blood radioactivity levels obtained by 5-min continuous sampling after the second injection and at tz, respectively. Method 2: [Cb(tz + 5) - Cb(tz)]/[Int_CaI x R], where R is the injection dose ratio. Method 3: [Cb(tz + 5) - Cb(tz) x exp(- K1I x 5/lambda)]/Int_CaII, where lambda is the population averaged partition coefficient. Method 4: same as Method 3 except that K1I was replaced by K1II obtained by means of Method 2. Theoretically, Method 4 appeared to be the best of the four methods. The change in K1 during the second session obtained by Method 1 or 2 largely depended on R and tz, whereas Method 3 or 4 yielded a more reliable estimate than Method 1 or 2, without largely depending on R and tz. Since Method 2 was somewhat superior to other methods in terms of noninvasiveness and simplicity, it also had the potential for routine clinical use. The reproducibility of two sequential measurements of K1 was investigated with clinical data obtained without any intervention. The response of CBF to acetazolamide challenge was also assessed by the above four methods. The knowledge gained by this study may assist in selecting a method for sequentially measuring CBF with a double injection of IMP.

摘要

我们在基于患者数据的模拟研究和临床研究中,研究了一种双注射法使用N-异丙基-(123I)p-碘安非他明(IMP)顺序测量脑血流量(CBF)的准确性。在第一次和第二次注射期间,通过微球模型计算IMP从血液到脑的单向清除率(K1;近似等于CBF)。第一次注射期间的K1值(K1I)根据Cb(5)/Int_CaI计算得出,其中Cb(5)和Int_CaI分别是第一次注射后5分钟时脑放射性的值以及通过5分钟连续采样获得的动脉血放射性的值。第二次注射期间的K1值(K1II)通过以下四种方法计算。方法1:[Cb(tz + 5) - Cb(tz)]/[Int_CaII - Ca(tz) x 5],其中Cb(tz + 5)和Cb(tz)分别是第二次注射后5分钟时和第二次注射开始时(tz)的脑放射性水平。Int_CaII和Ca(tz)分别是第二次注射后和tz时通过5分钟连续采样获得的动脉血放射性水平。方法2:[Cb(tz + 5) - Cb(tz)]/[Int_CaI x R],其中R是注射剂量比。方法3:[Cb(tz + 5) - Cb(tz) x exp(- K1I x 5/lambda)]/Int_CaII,其中lambda是群体平均分配系数。方法4:与方法3相同,只是将K1I替换为通过方法2获得的K1II。理论上,方法4似乎是这四种方法中最好的。通过方法1或2获得的第二次注射期间K1的变化在很大程度上取决于R和tz,而方法3或4比方法1或2产生更可靠的估计,且在很大程度上不依赖于R和tz。由于方法2在非侵入性和简便性方面略优于其他方法,它也具有常规临床应用的潜力。利用未进行任何干预获得的临床数据研究了K1的两次顺序测量的可重复性。还通过上述四种方法评估了CBF对乙酰唑胺激发试验的反应。本研究获得的知识可能有助于选择一种使用双注射IMP顺序测量CBF的方法。

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